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Journals
Communications in Mathematical Sciences
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Communications in
Mathematical Sciences
Editor: Shi Jin
ISSN: 1539-6746
Issues: 4/year
Print Subscription Price: US$324.00 (incl. S&H)***
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A leading applied mathematics journal, Communications in Mathematical Sciences features high-quality, original research articles,
review and expository papers, and fast communications. This journal covers modern applied mathematics in modeling, applied and stochastic analyses
and numerical computations on problems that arise in physical, biological, engineering and financial applications.
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Volume 5, Issue 3 (September 2007)
Regular Articles
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Homogenization for inertial particles in a random flow
G.A. Pavliotis, A.M. Stuart, and K.C. Zygalakis
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p.507-531 |
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Transport-equilibrium schemes for computing contact discontinuities in traffic flow modeling
Christophe Chalons and Paola Goatin
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p.533-551 |
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Rayleigh-Benard convection: dynamics and structure in the physical space
Tian Ma and Shouhong Wang
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p.553-574 |
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KPP pulsating front speed-up by flows
Lenya Ryzhik and Andrej Zlatos
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p.575-593 |
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Global existence for a 2D incompressible viscoelastic model with small strain
Zhen Lei, Chun Liu and Yi Zhou
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p.595-616 |
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A multiple-patch phase space method for computing trajectories on manifolds with applications to wave propagation problems
Mohammad Motamed and Olof Runborg
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p.617-648 |
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Seamless multiscale modeling via dynamics on fiber bundles
Weinan E and Jianfeng Lu
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p.649-663 |
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Stability estimates for a class of Helmholtz problems
U. Hetmaniuk
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p.665-678 |
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The continuum limit and QM-continuum approximation of quantum mechanical models of solids
Weinan E and Jianfeng Lu
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p.679-696 |
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Uniform bounds and weak solutions to an open Schrodinger-Poisson system
Olivier Pinaud
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p.697-722 |
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Automatic coordinate transformation for two-point boundary value problems
Aaditya V. Rangan
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p.723-741 |
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Absorbing boundary conditions for the multidimensional Klein-Gordon equations
Houde Han and Dongsheng Yin
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p.743-764 |
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The hardcopy and electronic editions of Communications in Mathematical Sciences
are protected by the copyright of International Press.
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